MathDB
P 21

Source:

May 25, 2007
floor functionfunctionpigeonhole principlequadraticsmodular arithmeticalgebradomain

Problem Statement

Let AA be the set of positive integers of the form a2+2b2a^2 +2b^2, where aa and bb are integers and b≠0b \neq 0. Show that if pp is a prime number and p2∈Ap^2 \in A, then p∈Ap \in A.
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